The lift equation shows that if density increases while velocity remains constant, lift will

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Multiple Choice

The lift equation shows that if density increases while velocity remains constant, lift will

Explanation:
Lift is directly proportional to air density when speed is held constant. In the lift equation L = 1/2 * rho * V^2 * S * Cl, if velocity, wing area, and lift coefficient are fixed, the lift varies linearly with rho. So increasing density increases lift in direct proportion to that density. The other ideas don’t fit: lift does not depend on density squared when velocity is constant, and it doesn’t stay the same if density changes. A helpful way to picture this is that more air molecules in a given volume provide more force on the wing for the same speed, producing more lift.

Lift is directly proportional to air density when speed is held constant. In the lift equation L = 1/2 * rho * V^2 * S * Cl, if velocity, wing area, and lift coefficient are fixed, the lift varies linearly with rho. So increasing density increases lift in direct proportion to that density. The other ideas don’t fit: lift does not depend on density squared when velocity is constant, and it doesn’t stay the same if density changes. A helpful way to picture this is that more air molecules in a given volume provide more force on the wing for the same speed, producing more lift.

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